Cryptanalysis of a family of self-synchronizing chaotic stream ciphers
arXiv:0903.2928 · doi:10.1016/j.cnsns.2010.04.031
Abstract
Unimodal maps have been broadly used as a base of new encryption strategies. Recently, a stream cipher has been proposed in the literature, whose keystream is basically a symbolic sequence of the (one-parameter) logistic map or of the tent map. In the present work a thorough analysis of the keystream is made which reveals the existence of some serious security problems
10 pages, 6 figures
References in corpus (5)
- Wootters' distance revisited: a new distinguishability criterium
- On the inadequacy of the logistic map for cryptographic applications
- Cryptanalysis of a new chaotic cryptosystem based on ergodicity
- Estimation of the control parameter from symbolic sequences: Unimodal maps with variable critical point
- Multiplexing of discrete chaotic signals in presence of noise
Cited by in corpus (4)
- Cryptanalysis of a one round chaos-based Substitution Permutation Network
- Cryptanalysis of a Classical chaos-based cryptosystem with some quantum cryptography features
- Application of Gray codes to the study of the theory of symbolic dynamics of unimodal maps
- Formal security analysis of registration protocols for interactive systems: a methodology and a case of study